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 Hello Siegfried,
This is a wonderful dial.  The construction of this moon dial is given by 
Jacques Ozanam in 1693 in his "Cursus Mathematicus: or A Complelat Course of 
the Mathematicks."  Vol V Part III, "A  Treatise of Gnomonicks", Problem XX. 
This work is available from the NASS website Shadow Catchers series.
To read the dial you must know the age of the moon, or number of days since the 
last new moon.  The lunar age is given next to the meridian (noon) line with 
1-15 on the left side and 16-29 on the right side.  These numbers apply to the 
lines perpendicular to the meridian.  Find the line for the current lunar age 
and locate where the moon's shadow intersects this lunar age line.  There will 
be a slanted or curved line close to the intersection.  This is the local solar 
time line.  Follow the curved line the the edge of the dial to read the local 
solar time from the moon's shadow.
Hope this helps,Mark


    On Monday, July 10, 2023 at 06:17:46 AM CDT, siegfried.netzb...@t-online.de 
<siegfried.netzb...@t-online.de> wrote:  
 
 
Dear sundial friends,


came across an interesting moon dial which is quite different from all the 
other moon dials I did see up to now 
(https://kabinett.mapublishing-lab.uni-koeln.de/objekte/monduhr).  However: I 
cannot read it, neither do I understand the way they calculated the lines on 
the dial to (may be) read off the time. 

The dial does not have the usual  numeric list where you can determine the age 
of the moon with the aid of the size of the illuminated moon. The age of the 
moon, i.e. the angle between moon and sun is needed to determine time using the 
moon shadow on a sun dial at night.


How do you read this dial and what is the basis (theory) for the lines to read 
of the time on this dial? Is there someone who can help? I would be very 
thankful for any help or advice.


Thank You for Your help!

Regards

Siegfried Netzband



 

 

  

Siegfried Netzband

Hebelstr. 12

75233 Tiefenbronn

Tel: 07234 2802

Fax: 07234 942909

Mob: 0151 53083636 / 0160 1531634

E-Mail: siegfried.netzb...@t-online.de

Skype: siegfried75233

www.ferienhaus-frieseneck.de

 

 

 

 
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